✍ Scribed by D.B. Abraham; G. Gallavotti; A. Martin-Löf
No coin nor oath required. For personal study only.
📜 SIMILAR VOLUMES
## Abstract We consider two‐dimensional water waves of infinite depth, periodic in the horizontal direction. It has been proven by Wu (in the slightly different nonperiodic setting) that solutions to this initial value problem exist in the absence of surface tension. Recently Ambrose has proven tha
Title of program: MICROIS mentary magnets in a large three-dimensional Ising model system so that the critical inverse temperature and critical Catalogue number: AADW exponents can be measured. Program available from: CPC Program Library, Queen's Uni-Method of solution versity of Belfast, N. Ireland
## Abstract We prove Russo‐Seymour‐Welsh‐type uniform bounds on crossing probabilities for the FK Ising (FK percolation with cluster weight __q__ = 2) model at criticality, independent of the boundary conditions. Our proof relies mainly on Smirnov's fermionic observable for the FK Ising model [24],